@keyframes rwdcur55484 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur55484 2s linear infinite forwards;
}
